{
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  {
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "高斯判别分析是一种generative model。与判别模型不同的是，它计算的是P(X|y)与P(y)。  \n",
    "\n",
    "它假定样本在给定标签值下的feature向量X服从高斯分布，标签值y服从伯努利分布。 \n",
    "\n",
    "通过最大化X，y的联合分布似然（Joint likelihood)————这是一个关于$\\mu_1 \\mu_2 \\Sigma \\phi$的函数。\n",
    "\n",
    "求解最值后发现各标签值下的向量X服从的高斯分布的均值即为同类样本的均值，协方差即为所有样本协方差的均值（默认各类别的协方差相同）。\n",
    "![image.png](attachment:image.png)\n",
    "伯努利分布的$\\phi$也即同类样本占所有样本的比例。\n",
    "\n",
    "预测时利用贝叶斯公式计算$P(y|X)$,取概率最大的预测类别。\n",
    "\n",
    "可以证明高斯判别分析本质上仍是logistic回归，但是预设条件更强（它假定样本在给定标签值下的feature向量X服从高斯分布，标签值y服从伯努利分布），所以在样本数量较少但确实符合预设条件的情况下效果更好。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2020-03-08T06:06:41.310657Z",
     "start_time": "2020-03-08T06:06:41.303806Z"
    }
   },
   "outputs": [],
   "source": [
    "import numpy as np\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2020-03-08T06:12:29.221694Z",
     "start_time": "2020-03-08T06:12:29.205050Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "positive data\n",
      " [[1.    1.    1.    1.    1.    1.    0.697 0.46 ]\n",
      " [2.    1.    2.    1.    1.    1.    0.774 0.376]\n",
      " [2.    1.    1.    1.    1.    1.    0.634 0.264]\n",
      " [1.    1.    2.    1.    1.    1.    0.608 0.318]\n",
      " [3.    1.    1.    1.    1.    1.    0.556 0.215]\n",
      " [1.    2.    1.    1.    2.    2.    0.403 0.237]\n",
      " [2.    2.    1.    2.    2.    2.    0.481 0.149]\n",
      " [2.    2.    1.    1.    2.    1.    0.437 0.211]]\n",
      "negative data\n",
      " [[2.    2.    2.    2.    2.    1.    0.666 0.091]\n",
      " [1.    3.    3.    1.    3.    2.    0.243 0.267]\n",
      " [3.    3.    3.    3.    3.    1.    0.245 0.057]\n",
      " [3.    1.    1.    3.    3.    2.    0.343 0.099]\n",
      " [1.    2.    1.    2.    1.    1.    0.639 0.161]\n",
      " [3.    2.    2.    2.    1.    1.    0.657 0.198]\n",
      " [2.    2.    1.    1.    2.    2.    0.36  0.37 ]\n",
      " [3.    1.    1.    3.    3.    1.    0.593 0.042]\n",
      " [1.    1.    2.    2.    2.    1.    0.719 0.103]]\n",
      "[1. 1. 1. 1. 1. 1. 1. 1. 0. 0. 0. 0. 0. 0. 0. 0. 0.]\n"
     ]
    }
   ],
   "source": [
    "data=np.loadtxt(\"watermelon.csv\",delimiter=\",\")\n",
    "X=data[:,:-1]\n",
    "X1=data[:8,:-1]\n",
    "X2=data[8:,:-1]\n",
    "y=data[:,-1]\n",
    "print(\"positive data\\n\",X1)\n",
    "print(\"negative data\\n\",X2)\n",
    "print(y)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "计算各类别的均值以及所有样本的协方差的均值"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2020-03-08T06:44:10.322699Z",
     "start_time": "2020-03-08T06:44:10.303653Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.47058823529411764\n",
      "[[ 2.80476887e+00  1.03383086e+00  2.17715818e-01 -1.78477066e+00\n",
      "   1.03814905e+00  1.56633143e+00  1.04670559e+01  1.33612674e+00]\n",
      " [ 1.03383086e+00  6.40461312e+00 -2.62972189e+00 -3.03727383e-02\n",
      "   2.33601042e+00 -3.58837973e-01  2.21185209e+01  1.17822777e+01]\n",
      " [ 2.17715818e-01 -2.62972189e+00  3.89222912e+00 -2.20274429e-01\n",
      "  -1.97208321e+00  2.73229064e+00 -4.49595410e+00 -7.67569315e+00]\n",
      " [-1.78477066e+00 -3.03727383e-02 -2.20274429e-01  7.44939748e+00\n",
      "  -2.93320730e+00 -5.29547358e-01 -1.10497638e+01  2.62689035e+01]\n",
      " [ 1.03814905e+00  2.33601042e+00 -1.97208321e+00 -2.93320730e+00\n",
      "   8.23955374e+00 -2.51652389e+00  2.52596790e+01  1.42361635e+01]\n",
      " [ 1.56633143e+00 -3.58837973e-01  2.73229064e+00 -5.29547358e-01\n",
      "  -2.51652389e+00  1.26077867e+01  1.92393403e+01 -1.43639730e+01]\n",
      " [ 1.04670559e+01  2.21185209e+01 -4.49595410e+00 -1.10497638e+01\n",
      "   2.52596790e+01  1.92393403e+01  2.15554726e+02  3.01244902e+01]\n",
      " [ 1.33612674e+00  1.17822777e+01 -7.67569315e+00  2.62689035e+01\n",
      "   1.42361635e+01 -1.43639730e+01  3.01244902e+01  2.78646292e+02]]\n"
     ]
    }
   ],
   "source": [
    "m=X.shape[0]\n",
    "mu1=np.mean(X1,axis=0)\n",
    "mu2=np.mean(X2,axis=0)\n",
    "phi=X1.shape[0]/X.shape[0]\n",
    "print(phi)\n",
    "mu=np.mean(X,axis=0)\n",
    "X_=X-mu\n",
    "d=X_[0].size\n",
    "cov=np.zeros((d,d))\n",
    "for x in X_:\n",
    "    cov+=(x[:,np.newaxis]@x[np.newaxis,:])\n",
    "cov/=m\n",
    "cov_inv=np.linalg.inv(cov)\n",
    "print(cov_inv)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "#compute p(X|y),i.e. the probability of X given y\n",
    "def compute_p(x,y):\n",
    "    if(y==0):\n",
    "        p_y=1-phi\n",
    "        p=np.exp(-(x-mu2)@cov_inv@(x-mu2)/2)\n",
    "        return p*p_y\n",
    "    else:\n",
    "        p_y=phi\n",
    "        p=np.exp(-(x-mu)@cov_inv@(x-mu2)/2)\n",
    "        return p*p_y"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "for t in X:\n",
    "    p1=compute_p(t,1)"
   ]
  }
 ],
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